{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "name": "InferenceAndAlignCTC.ipynb",
      "provenance": [],
      "collapsed_sections": [],
      "toc_visible": true
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "accelerator": "GPU"
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "4vqepaR4bZzJ"
      },
      "source": [
        "# Tutorial on ASR inference and alignment with CTC model \n",
        "Let's play with the pre-trained speech recognition model!\n",
        "\n",
        "Here we provide pre-trained speech recognition model with CTC loss on several open-sourced datasets, details can be found in [Rethinking Evaluation in ASR: Are Our Models Robust Enough?](https://arxiv.org/abs/2010.11745)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "AbTYA-j_vk-7"
      },
      "source": [
        "## Install `Flashlight`\n",
        "First we need to install `Flashlight` and its dependencies. `Flashlight` is installed from source, it takes **~16 minutes**. \n",
        "\n",
        "For installation out of colab notebook please use [link](https://github.com/flashlight/flashlight#building)."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "xNciLYP5zSKf"
      },
      "source": [
        "# First, choose backend to build with\n",
        "backend = 'CUDA' #@param [\"CPU\", \"CUDA\"]\n",
        "# Clone Flashlight\n",
        "!git clone https://github.com/flashlight/flashlight.git\n",
        "# install all dependencies for colab notebook\n",
        "!source flashlight/scripts/colab/colab_install_deps.sh"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "aL7tr8B4z7Y5"
      },
      "source": [
        "Build from current master. Builds the ASR app. Resulting binaries in `/content/flashlight/build/bin/asr`.\n",
        "\n",
        "If using a GPU Colab runtime, build the CUDA backend; else build the CPU backend."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "KZs5ucthy38A"
      },
      "source": [
        "# export necessary env variables\n",
        "%env MKLROOT=/opt/intel/mkl\n",
        "%env ArrayFire_DIR=/opt/arrayfire/share/ArrayFire/cmake\n",
        "%env DNNL_DIR=/opt/dnnl/dnnl_lnx_2.0.0_cpu_iomp/lib/cmake/dnnl\n",
        "\n",
        "if backend == \"CUDA\":\n",
        "  # Total time: ~13 minutes\n",
        "  !cd flashlight && git checkout d2e1924cb2a2b32b48cc326bb7e332ca3ea54f67 && mkdir -p build && cd build && \\\n",
        "  cmake .. -DCMAKE_BUILD_TYPE=Release \\\n",
        "           -DFL_BUILD_TESTS=OFF \\\n",
        "           -DFL_BUILD_EXAMPLES=OFF \\\n",
        "           -DFL_BUILD_APP_ASR=ON && \\\n",
        "  make -j$(nproc)\n",
        "elif backend == \"CPU\":\n",
        "  # Total time: ~14 minutes\n",
        "  !cd flashlight && git checkout d2e1924cb2a2b32b48cc326bb7e332ca3ea54f67 && mkdir -p build && cd build && \\\n",
        "  cmake .. -DFL_ARRAYFIRE_USE_CPU=ON \\\n",
        "           -DFL_USE_ARRAYFIRE=ON \\\n",
        "           -DCMAKE_BUILD_TYPE=Release \\\n",
        "           -DFL_BUILD_TESTS=OFF \\\n",
        "           -DFL_BUILD_EXAMPLES=OFF \\\n",
        "           -DFL_BUILD_APP_ASR=ON && \\\n",
        "  make -j$(nproc)\n",
        "else:\n",
        "  raise ValueError(f\"Unknown backend {backend}\")\n"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "e-V0U-Dow-vs"
      },
      "source": [
        "Let's take a look around."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "k6tRnX1iHCoX",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "d7dfd5fd-8b9c-4b24-cc1b-a195727551c5"
      },
      "source": [
        "# Binaries are located in\n",
        "!ls flashlight/build/bin/asr"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "fl_asr_align   fl_asr_tutorial_finetune_ctc\n",
            "fl_asr_decode  fl_asr_tutorial_inference_ctc\n",
            "fl_asr_test    fl_asr_voice_activity_detection_ctc\n",
            "fl_asr_train\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "T9078zTzcdS3"
      },
      "source": [
        "## Inference Step 0: Preparation\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "DfTJdH646cHb"
      },
      "source": [
        "### Download Models\n",
        "Download acoustic model, language model, tokens (defines predicted tokens) and lexicon (defines mapping between words and tokens sequence and used to restrict the beam search only to infer words from the lexicon) files."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "RPDEovLVc46Z",
        "outputId": "e90831c1-069a-4df7-be79-460027cd8fc1"
      },
      "source": [
        "!wget https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/am_transformer_ctc_stride3_letters_300Mparams.bin\n",
        "!wget https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/am_conformer_ctc_stride3_letters_25Mparams.bin\n",
        "!wget https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/tokens.txt\n",
        "!wget https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/lexicon.txt\n",
        "!wget https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/lm_common_crawl_small_4gram_prun0-6-15_200kvocab.bin\n",
        "!mkdir audio\n",
        "for i in range(5):\n",
        "  path = \"https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/audio/116-288045-000{}.flac\".format(i)\n",
        "  !cd audio && wget $path"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "--2020-12-31 03:39:43--  https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/am_transformer_ctc_stride3_letters_300Mparams.bin\n",
            "Resolving dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)... 104.22.75.142, 104.22.74.142, 172.67.9.4, ...\n",
            "Connecting to dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)|104.22.75.142|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 2147270937 (2.0G) [application/octet-stream]\n",
            "Saving to: ‘am_transformer_ctc_stride3_letters_300Mparams.bin’\n",
            "\n",
            "am_transformer_ctc_ 100%[===================>]   2.00G  26.7MB/s    in 78s     \n",
            "\n",
            "2020-12-31 03:41:01 (26.3 MB/s) - ‘am_transformer_ctc_stride3_letters_300Mparams.bin’ saved [2147270937/2147270937]\n",
            "\n",
            "--2020-12-31 03:41:01--  https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/am_conformer_ctc_stride3_letters_25Mparams.bin\n",
            "Resolving dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)... 172.67.9.4, 104.22.74.142, 104.22.75.142, ...\n",
            "Connecting to dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)|172.67.9.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 221972787 (212M) [application/octet-stream]\n",
            "Saving to: ‘am_conformer_ctc_stride3_letters_25Mparams.bin’\n",
            "\n",
            "am_conformer_ctc_st 100%[===================>] 211.69M  26.8MB/s    in 8.5s    \n",
            "\n",
            "2020-12-31 03:41:10 (24.8 MB/s) - ‘am_conformer_ctc_stride3_letters_25Mparams.bin’ saved [221972787/221972787]\n",
            "\n",
            "--2020-12-31 03:41:10--  https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/tokens.txt\n",
            "Resolving dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)... 172.67.9.4, 104.22.74.142, 104.22.75.142, ...\n",
            "Connecting to dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)|172.67.9.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 56 [binary/octet-stream]\n",
            "Saving to: ‘tokens.txt’\n",
            "\n",
            "tokens.txt          100%[===================>]      56  --.-KB/s    in 0s      \n",
            "\n",
            "2020-12-31 03:41:11 (8.84 MB/s) - ‘tokens.txt’ saved [56/56]\n",
            "\n",
            "--2020-12-31 03:41:11--  https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/lexicon.txt\n",
            "Resolving dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)... 172.67.9.4, 104.22.74.142, 104.22.75.142, ...\n",
            "Connecting to dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)|172.67.9.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 4965720 (4.7M) [text/plain]\n",
            "Saving to: ‘lexicon.txt’\n",
            "\n",
            "lexicon.txt         100%[===================>]   4.74M  8.41MB/s    in 0.6s    \n",
            "\n",
            "2020-12-31 03:41:12 (8.41 MB/s) - ‘lexicon.txt’ saved [4965720/4965720]\n",
            "\n",
            "--2020-12-31 03:41:12--  https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/lm_common_crawl_small_4gram_prun0-6-15_200kvocab.bin\n",
            "Resolving dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)... 172.67.9.4, 104.22.74.142, 104.22.75.142, ...\n",
            "Connecting to dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)|172.67.9.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 2627163608 (2.4G) [application/octet-stream]\n",
            "Saving to: ‘lm_common_crawl_small_4gram_prun0-6-15_200kvocab.bin’\n",
            "\n",
            "lm_common_crawl_sma 100%[===================>]   2.45G  27.3MB/s    in 93s     \n",
            "\n",
            "2020-12-31 03:42:45 (27.0 MB/s) - ‘lm_common_crawl_small_4gram_prun0-6-15_200kvocab.bin’ saved [2627163608/2627163608]\n",
            "\n",
            "--2020-12-31 03:42:45--  https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/audio/116-288045-0000.flac\n",
            "Resolving dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)... 172.67.9.4, 104.22.75.142, 104.22.74.142, ...\n",
            "Connecting to dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)|172.67.9.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 200761 (196K) [audio/flac]\n",
            "Saving to: ‘116-288045-0000.flac’\n",
            "\n",
            "116-288045-0000.fla 100%[===================>] 196.06K   884KB/s    in 0.2s    \n",
            "\n",
            "2020-12-31 03:42:46 (884 KB/s) - ‘116-288045-0000.flac’ saved [200761/200761]\n",
            "\n",
            "--2020-12-31 03:42:46--  https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/audio/116-288045-0001.flac\n",
            "Resolving dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)... 172.67.9.4, 104.22.75.142, 104.22.74.142, ...\n",
            "Connecting to dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)|172.67.9.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 149910 (146K) [audio/flac]\n",
            "Saving to: ‘116-288045-0001.flac’\n",
            "\n",
            "116-288045-0001.fla 100%[===================>] 146.40K   679KB/s    in 0.2s    \n",
            "\n",
            "2020-12-31 03:42:47 (679 KB/s) - ‘116-288045-0001.flac’ saved [149910/149910]\n",
            "\n",
            "--2020-12-31 03:42:47--  https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/audio/116-288045-0002.flac\n",
            "Resolving dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)... 172.67.9.4, 104.22.75.142, 104.22.74.142, ...\n",
            "Connecting to dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)|172.67.9.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 173844 (170K) [audio/flac]\n",
            "Saving to: ‘116-288045-0002.flac’\n",
            "\n",
            "116-288045-0002.fla 100%[===================>] 169.77K   785KB/s    in 0.2s    \n",
            "\n",
            "2020-12-31 03:42:48 (785 KB/s) - ‘116-288045-0002.flac’ saved [173844/173844]\n",
            "\n",
            "--2020-12-31 03:42:48--  https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/audio/116-288045-0003.flac\n",
            "Resolving dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)... 172.67.9.4, 104.22.75.142, 104.22.74.142, ...\n",
            "Connecting to dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)|172.67.9.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 70783 (69K) [audio/flac]\n",
            "Saving to: ‘116-288045-0003.flac’\n",
            "\n",
            "116-288045-0003.fla 100%[===================>]  69.12K  --.-KB/s    in 0.1s    \n",
            "\n",
            "2020-12-31 03:42:48 (479 KB/s) - ‘116-288045-0003.flac’ saved [70783/70783]\n",
            "\n",
            "--2020-12-31 03:42:48--  https://dl.fbaipublicfiles.com/wav2letter/rasr/tutorial/audio/116-288045-0004.flac\n",
            "Resolving dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)... 172.67.9.4, 104.22.75.142, 104.22.74.142, ...\n",
            "Connecting to dl.fbaipublicfiles.com (dl.fbaipublicfiles.com)|172.67.9.4|:443... connected.\n",
            "HTTP request sent, awaiting response... 200 OK\n",
            "Length: 72270 (71K) [audio/flac]\n",
            "Saving to: ‘116-288045-0004.flac’\n",
            "\n",
            "116-288045-0004.fla 100%[===================>]  70.58K  --.-KB/s    in 0.1s    \n",
            "\n",
            "2020-12-31 03:42:49 (496 KB/s) - ‘116-288045-0004.flac’ saved [72270/72270]\n",
            "\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "cuqJOR8_-nKJ"
      },
      "source": [
        "### Install dependencies to record/process audio"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "gBmO_t36eTU-",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "f10d6af5-a680-4358-938e-61449d6bb8b4"
      },
      "source": [
        "!apt-get install sox\n",
        "!pip install ffmpeg-python sox"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "WYcbvz531NzS"
      },
      "source": [
        "### Helper functions for inference\n",
        "\n",
        "Define helper functions to run inference binary as subprocess"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "l4vfsNTayk1B"
      },
      "source": [
        "import os\n",
        "import signal\n",
        "from subprocess import Popen, PIPE  \n",
        "\n",
        "\n",
        "def read_current_output(process):\n",
        "    while True:\n",
        "        output = process.stderr.readline()\n",
        "        print(output.decode().strip())\n",
        "        if \"Waiting the input in the format\" in output.decode():\n",
        "          break;\n",
        "\n",
        "\n",
        "def create_process(cmd):\n",
        "    process = Popen([cmd],\n",
        "                    stdin=PIPE, stdout=PIPE, stderr=PIPE,\n",
        "                    shell=True, preexec_fn=os.setsid) \n",
        "    read_current_output(process)\n",
        "    return process\n",
        "\n",
        "\n",
        "def run_inference(audio_path, process):\n",
        "    process.stdin.write(\"{}\\n\".format(audio_path).encode())\n",
        "    process.stdin.flush()\n",
        "    read_current_output(process)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Mj32IH3HvjZo"
      },
      "source": [
        "### Run the inference process with a model\n",
        "\n",
        "We are using best parameters we found on validation sets of training data with a language model we provide in this tutorial. You can play with `beam_size` (increasing it, but inference time will increse too), `lm_weight` and `word_score`"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "ppGOZZWR4t_y",
        "outputId": "e5a8d51e-8ac8-4fb5-bcc5-8eea2ba078e1"
      },
      "source": [
        "# you can switch here to small model am_conformer_ctc_stride3_letters_25Mparams.bin\n",
        "# set for it also lm_weight=2 and word_score=0\n",
        "inference_cmd = \"\"\"./flashlight/build/bin/asr/fl_asr_tutorial_inference_ctc \\\n",
        "  --am_path=am_transformer_ctc_stride3_letters_300Mparams.bin \\\n",
        "  --tokens_path=tokens.txt \\\n",
        "  --lexicon_path=lexicon.txt \\\n",
        "  --lm_path=lm_common_crawl_small_4gram_prun0-6-15_200kvocab.bin \\\n",
        "  --logtostderr=true \\\n",
        "  --sample_rate=16000 \\\n",
        "  --beam_size=50 \\\n",
        "  --beam_size_token=30 \\\n",
        "  --beam_threshold=100 \\\n",
        "  --lm_weight=1.5 \\\n",
        "  --word_score=0\"\"\"\n",
        "inference_process = create_process(inference_cmd)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "I1231 04:02:21.275265  9446 InferenceCTC.cpp:65] Gflags after parsing\n",
            "--flagfile=;--fromenv=;--tryfromenv=;--undefok=;--tab_completion_columns=80;--tab_completion_word=;--help=false;--helpfull=false;--helpmatch=;--helpon=;--helppackage=false;--helpshort=false;--helpxml=false;--version=false;--am_path=am_transformer_ctc_stride3_letters_300Mparams.bin;--audio_list=;--beam_size=50;--beam_size_token=30;--beam_threshold=100;--lexicon_path=lexicon.txt;--lm_path=lm_common_crawl_small_4gram_prun0-6-15_200kvocab.bin;--lm_weight=1.5;--sample_rate=16000;--tokens_path=tokens.txt;--word_score=0;--alsologtoemail=;--alsologtostderr=false;--colorlogtostderr=false;--drop_log_memory=true;--log_backtrace_at=;--log_dir=;--log_link=;--log_prefix=true;--logbuflevel=0;--logbufsecs=30;--logemaillevel=999;--logfile_mode=436;--logmailer=/bin/mail;--logtostderr=true;--max_log_size=1800;--minloglevel=0;--stderrthreshold=2;--stop_logging_if_full_disk=false;--symbolize_stacktrace=true;--v=0;--vmodule=;\n",
            "I1231 04:02:21.275367  9446 InferenceCTC.cpp:88] [Inference tutorial for CTC] Reading acoustic model from am_transformer_ctc_stride3_letters_300Mparams.bin\n",
            "I1231 04:02:22.367974  9446 InferenceCTC.cpp:137] [Inference tutorial for CTC] Network is loaded.\n",
            "I1231 04:02:22.620381  9446 InferenceCTC.cpp:149] [Inference tutorial for CTC] Number of classes/tokens in the network: 29\n",
            "I1231 04:02:22.620507  9446 InferenceCTC.cpp:152] [Inference tutorial for CTC] Number of words in the lexicon: 200001\n",
            "I1231 04:02:22.810793  9446 InferenceCTC.cpp:163] [Inference tutorial for CTC] Language model is constructed.\n",
            "I1231 04:02:23.732033  9446 InferenceCTC.cpp:174] [Inference tutorial for CTC] Trie is planted.\n",
            "I1231 04:02:23.732069  9446 InferenceCTC.cpp:193] [Inference tutorial for CTC] Beam search decoder is created\n",
            "I1231 04:02:23.732086  9446 InferenceCTC.cpp:233] [Inference tutorial for CTC]: Waiting the input in the format [audio_path].\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Ryc17nPTds7Q"
      },
      "source": [
        "## Inference Step 1: Record Audio from Your Microphone and Run Inference\n",
        "\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "5goRjHy1vRUj"
      },
      "source": [
        "### Let's record!"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 155
        },
        "id": "1RscueA4dlz0",
        "outputId": "f6277087-20d6-48c0-b1fc-077de6dafbd3"
      },
      "source": [
        "from flashlight.scripts.colab.record import record_audio\n",
        "record_audio(\"recorded_audio\")"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/html": [
              "\n",
              "<script>\n",
              "var recordButton = document.createElement(\"BUTTON\");\n",
              "recordButton.appendChild(\n",
              "  document.createTextNode(\"Press to start recording\")\n",
              ");\n",
              "restyleButtonBeforeRecording();\n",
              "\n",
              "var my_div = document.createElement(\"DIV\");\n",
              "my_div.appendChild(recordButton);\n",
              "\n",
              "document.body.appendChild(my_div);\n",
              "\n",
              "var base64data = 0;\n",
              "var reader;\n",
              "var recorder, gumStream;\n",
              "\n",
              "function restyleButtonBeforeRecording() {\n",
              "  recordButton.style.width = '270px';\n",
              "  recordButton.style.height = '90';\n",
              "  recordButton.style.padding = '25px';\n",
              "  recordButton.style.backgroundColor = '#4CAF50';\n",
              "  recordButton.style.fontSize = '18px';\n",
              "}\n",
              "\n",
              "function restyleButtonForRecording() {\n",
              "  recordButton.style.backgroundColor = '#008CBA';\n",
              "  recordButton.innerText = \"Recording... press to stop\";\n",
              "}\n",
              "\n",
              "function restyleButtonForSaving() {\n",
              "  recordButton.style.backgroundColor = '#b34d4d';\n",
              "  recordButton.innerText = \"Saving... please wait!\"\n",
              "}\n",
              "\n",
              "var handleSuccess = function(stream) {\n",
              "  gumStream = stream;\n",
              "  recorder = new MediaRecorder(stream);\n",
              "  recorder.ondataavailable = function(e) {\n",
              "    var url = URL.createObjectURL(e.data);\n",
              "    var preview = document.createElement('audio');\n",
              "    preview.controls = true;\n",
              "    preview.src = url;\n",
              "    document.body.appendChild(preview);\n",
              "\n",
              "    reader = new FileReader();\n",
              "    reader.readAsDataURL(e.data);\n",
              "    reader.onloadend = function() {\n",
              "      base64data = reader.result;\n",
              "      //console.log(\"Inside FileReader:\" + base64data);\n",
              "    }\n",
              "  };\n",
              "  recorder.start();\n",
              "  };\n",
              "\n",
              "\n",
              "function toggleRecording() {\n",
              "  if (recorder && recorder.state == \"recording\") {\n",
              "      recorder.stop();\n",
              "      gumStream.getAudioTracks()[0].stop();\n",
              "      restyleButtonForSaving();\n",
              "  }\n",
              "}\n",
              "\n",
              "// https://stackoverflow.com/a/951057\n",
              "function sleep(ms) {\n",
              "  return new Promise(resolve => setTimeout(resolve, ms));\n",
              "}\n",
              "\n",
              "var data = new Promise(resolve=>{\n",
              "  recordButton.onclick = () => {\n",
              "    restyleButtonForRecording();\n",
              "    recordButton.onclick = () => {\n",
              "      toggleRecording();\n",
              "      sleep(2000).then(() => {\n",
              "        // wait 2000ms for the data to be available...\n",
              "        // ideally this should use something like await...\n",
              "        // console.log(\"Inside data:\" + base64data)\n",
              "        resolve(base64data.toString());\n",
              "      });\n",
              "    };\n",
              "    navigator.mediaDevices.getUserMedia({audio: true}).then(handleSuccess);\n",
              "  };\n",
              "});\n",
              "\n",
              "</script>\n"
            ],
            "text/plain": [
              "<IPython.core.display.HTML object>"
            ]
          },
          "metadata": {
            "tags": []
          }
        },
        {
          "output_type": "stream",
          "text": [
            "output_file: recorded_audio.wav already exists and will be overwritten on build\n"
          ],
          "name": "stderr"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "w-LBEbd_zbg7"
      },
      "source": [
        "### Let's run inference on the audio file you have just recorded"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "pepX5Iens5cf",
        "outputId": "d98a2e17-cf7e-4c2a-d048-f76cdbdcba40"
      },
      "source": [
        "run_inference(\"recorded_audio.wav\", inference_process)"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "I1231 04:02:41.062546  9446 InferenceCTC.cpp:284] [Inference tutorial for CTC]: predicted output for recorded_audio.wav\n",
            "happy new year\n",
            "I1231 04:02:41.062593  9446 InferenceCTC.cpp:233] [Inference tutorial for CTC]: Waiting the input in the format [audio_path].\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "LA57XYLuJWY1"
      },
      "source": [
        "### Finish the process to release memory\n",
        "\n",
        "You can skip if you still want to use this process"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Sg1GgxrjJZrO"
      },
      "source": [
        "os.killpg(os.getpgid(inference_process.pid), signal.SIGTERM)"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "utVPSMto1Yqh"
      },
      "source": [
        "## Inference Step 2: Run on a Set of Audio Files Provided in the txt File\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "BxKGQ0VHv8A4"
      },
      "source": [
        "### Prepare the file with all audio paths at first"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "oI5oBu88zpM2"
      },
      "source": [
        "!ls audio/*.flac > audio.lst"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "7qyrGTYmKRaB",
        "outputId": "3e51cffa-4e22-4e93-ab98-96d255a22eba"
      },
      "source": [
        "!cat audio.lst"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "audio/116-288045-0000.flac\n",
            "audio/116-288045-0001.flac\n",
            "audio/116-288045-0002.flac\n",
            "audio/116-288045-0003.flac\n",
            "audio/116-288045-0004.flac\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "GBI4UbDNv07C"
      },
      "source": [
        "### Run inference on all audio files from this list"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "lbe_3pOqJ97j",
        "outputId": "7450fa0a-b1f0-49f4-d480-410e01abb5e8"
      },
      "source": [
        "!./flashlight/build/bin/asr/fl_asr_tutorial_inference_ctc \\\n",
        "  --am_path=am_transformer_ctc_stride3_letters_300Mparams.bin \\\n",
        "  --tokens_path=tokens.txt \\\n",
        "  --lexicon_path=lexicon.txt \\\n",
        "  --lm_path=lm_common_crawl_small_4gram_prun0-6-15_200kvocab.bin \\\n",
        "  --logtostderr=true \\\n",
        "  --sample_rate=16000 \\\n",
        "  --beam_size=50 \\\n",
        "  --beam_size_token=30 \\\n",
        "  --beam_threshold=100 \\\n",
        "  --lm_weight=1.5 \\\n",
        "  --word_score=0 \\\n",
        "  --audio_list=audio.lst"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "I1231 04:00:26.450810  9424 InferenceCTC.cpp:65] Gflags after parsing\n",
            "--flagfile=;--fromenv=;--tryfromenv=;--undefok=;--tab_completion_columns=80;--tab_completion_word=;--help=false;--helpfull=false;--helpmatch=;--helpon=;--helppackage=false;--helpshort=false;--helpxml=false;--version=false;--am_path=am_transformer_ctc_stride3_letters_300Mparams.bin;--audio_list=audio.lst;--beam_size=50;--beam_size_token=30;--beam_threshold=100;--lexicon_path=lexicon.txt;--lm_path=lm_common_crawl_small_4gram_prun0-6-15_200kvocab.bin;--lm_weight=1.5;--sample_rate=16000;--tokens_path=tokens.txt;--word_score=0;--alsologtoemail=;--alsologtostderr=false;--colorlogtostderr=false;--drop_log_memory=true;--log_backtrace_at=;--log_dir=;--log_link=;--log_prefix=true;--logbuflevel=0;--logbufsecs=30;--logemaillevel=999;--logfile_mode=436;--logmailer=/bin/mail;--logtostderr=true;--max_log_size=1800;--minloglevel=0;--stderrthreshold=2;--stop_logging_if_full_disk=false;--symbolize_stacktrace=true;--v=0;--vmodule=;\n",
            "I1231 04:00:26.450918  9424 InferenceCTC.cpp:88] [Inference tutorial for CTC] Reading acoustic model from am_transformer_ctc_stride3_letters_300Mparams.bin\n",
            "I1231 04:00:45.591886  9424 InferenceCTC.cpp:137] [Inference tutorial for CTC] Network is loaded.\n",
            "I1231 04:00:45.849064  9424 InferenceCTC.cpp:149] [Inference tutorial for CTC] Number of classes/tokens in the network: 29\n",
            "I1231 04:00:45.849197  9424 InferenceCTC.cpp:152] [Inference tutorial for CTC] Number of words in the lexicon: 200001\n",
            "I1231 04:00:46.048631  9424 InferenceCTC.cpp:163] [Inference tutorial for CTC] Language model is constructed.\n",
            "I1231 04:00:46.955689  9424 InferenceCTC.cpp:174] [Inference tutorial for CTC] Trie is planted.\n",
            "I1231 04:00:46.955729  9424 InferenceCTC.cpp:193] [Inference tutorial for CTC] Beam search decoder is created\n",
            "I1231 04:00:51.837556  9424 InferenceCTC.cpp:284] [Inference tutorial for CTC]: predicted output for audio/116-288045-0000.flac\n",
            "as i approached the city i heard bells ringing and a little later i found the streets astir with throngs of well dressed people in family groups winding their way hither and thither\n",
            "I1231 04:00:52.165834  9424 InferenceCTC.cpp:284] [Inference tutorial for CTC]: predicted output for audio/116-288045-0001.flac\n",
            "looking about me i saw a gentleman in a neat black dress smiling and his hand extended to me with great cordiality\n",
            "I1231 04:00:52.323784  9424 InferenceCTC.cpp:284] [Inference tutorial for CTC]: predicted output for audio/116-288045-0002.flac\n",
            "he must have realized i was a stranger and wished to tender his hospitality to me i accepted it gratefully i clasped his hand he pressed mine\n",
            "I1231 04:00:52.384706  9424 InferenceCTC.cpp:284] [Inference tutorial for CTC]: predicted output for audio/116-288045-0003.flac\n",
            "we gazed for a moment slightly into each other's eyes\n",
            "I1231 04:00:52.449106  9424 InferenceCTC.cpp:284] [Inference tutorial for CTC]: predicted output for audio/116-288045-0004.flac\n",
            "of course you are going there too i said to my friendly guide\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "TY8Z-M04908o"
      },
      "source": [
        "## Alignment Step 1: Voice Activity Detection (VAD)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_WsJ39pKRv7p"
      },
      "source": [
        "### Prepare files\n",
        "\n",
        "Prepare first the list of files in the format `[id path duration(s)]`"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "BVbaACM3ARks"
      },
      "source": [
        "import sox\n",
        "with open(\"vad.lst\", \"w\") as fout, open(\"audio.lst\", \"r\") as f:\n",
        "  for n, name in enumerate(f):\n",
        "    name = name.strip()\n",
        "    fout.write(\"{}\\t{}\\t{}\\n\".format(\n",
        "        n, name, sox.file_info.duration(name)))"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "5o71-kkuBCcW",
        "outputId": "b55016c1-4481-48d8-8260-5fd8ce6b802a"
      },
      "source": [
        "!head vad.lst"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "0\taudio/116-288045-0000.flac\t10.65\n",
            "1\taudio/116-288045-0001.flac\t8.635\n",
            "2\taudio/116-288045-0002.flac\t9.625\n",
            "3\taudio/116-288045-0003.flac\t3.66\n",
            "4\taudio/116-288045-0004.flac\t3.72\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "aiSiu3HIh0eU"
      },
      "source": [
        "### Helper function to plot result"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "2FNsgvIghzfr"
      },
      "source": [
        "import librosa\n",
        "import librosa.display\n",
        "import matplotlib.pyplot as plt\n",
        "import numpy\n",
        "\n",
        "\n",
        "def plot_vad(filename, predicted_token_transcription):\n",
        "    plt.figure(figsize=(20, 15))\n",
        "    \n",
        "    y, sample_rate = librosa.load(filename, sr=None)\n",
        "    ax1 = plt.subplot(211)\n",
        "    librosa.display.waveplot(y, sr=sample_rate)\n",
        "    plt.title(filename)\n",
        "    plt.xlabel(\"Time (s)\")\n",
        "  \n",
        "    n_fft = 512\n",
        "    # corresponds to 10ms stride \n",
        "    hop_length = sample_rate // 100\n",
        "    # win_length corresponds to 25ms window\n",
        "    win_length = int(hop_length * 2.5)\n",
        "    D = numpy.abs(librosa.stft(\n",
        "        y, n_fft=n_fft, hop_length=hop_length, win_length=win_length))\n",
        "    DB = librosa.amplitude_to_db(D, ref=numpy.max)\n",
        "    ax2 = plt.subplot(212)\n",
        "    librosa.display.specshow(\n",
        "        DB, sr=sample_rate, hop_length=hop_length, x_axis='s', y_axis='log');\n",
        "\n",
        "    model_stride = numpy.ceil(DB.shape[1] / len(transcription))\n",
        "    positions = []\n",
        "    values = []\n",
        "    for n, t in enumerate(transcription):\n",
        "      if t != \"#\": # skip blanks\n",
        "        plt.axvline(x=n * model_stride / 100, label=t, linewidth=0.5, linestyle='-')\n",
        "         # converting frames into seconds with respect to 10ms fft\n",
        "        positions.append(n * model_stride / 100)\n",
        "        values.append(t)\n",
        "\n",
        "    plt.xticks(positions, values, fontsize=14)\n",
        "    plt.show()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "oCSzyNqIQii5"
      },
      "source": [
        "### Let's run VAD"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "mVhc2e0j9yRy",
        "outputId": "6569b400-83e3-4621-c611-64b286842ded"
      },
      "source": [
        "# lm can be skipped, then no perplexity value wil be in the result file\n",
        "!./flashlight/build/bin/asr/fl_asr_voice_activity_detection_ctc \\\n",
        "   --am=am_transformer_ctc_stride3_letters_300Mparams.bin \\\n",
        "   --tokens=tokens.txt \\\n",
        "   --lexicon=lexicon.txt \\\n",
        "   --lm=lm_common_crawl_small_4gram_prun0-6-15_200kvocab.bin \\\n",
        "   --test=vad.lst \\\n",
        "   --outpath=vad-result"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "I1231 07:51:02.373100 14532 VoiceActivityDetection-CTC.cpp:115] Gflags after parsing \n",
            "--flagfile=; --fromenv=; --tryfromenv=; --undefok=; --tab_completion_columns=80; --tab_completion_word=; --help=false; --helpfull=false; --helpmatch=; --helpon=; --helppackage=false; --helpshort=false; --helpxml=false; --version=false; --adambeta1=0.94999999999999996; --adambeta2=0.98999999999999999; --am=am_transformer_ctc_stride3_letters_300Mparams.bin; --am_decoder_tr_dropout=0.20000000000000001; --am_decoder_tr_layerdrop=0.20000000000000001; --am_decoder_tr_layers=6; --arch=EG_GLU1x2048_S3_TR36x768_DO0.1_LD0.1_CTC; --attention=keyvalue; --attentionthreshold=2147483647; --attnWindow=softPretrain; --attnconvchannel=0; --attnconvkernel=0; --attndim=0; --batching_max_duration=0; --batching_strategy=none; --batchsize=3; --beamsize=2500; --beamsizetoken=250000; --beamthreshold=25; --channels=1; --criterion=ctc; --critoptim=adagrad; --datadir=; --decoderattnround=1; --decoderdropout=0; --decoderrnnlayer=1; --decodertype=wrd; --devwin=0; --emission_dir=; --emission_queue_size=3000; --enable_distributed=true; --encoderdim=256; --eosscore=0; --eostoken=false; --everstoredb=false; --fftcachesize=1; --filterbanks=80; --fl_amp_max_scale_factor=32000; --fl_amp_scale_factor=4096; --fl_amp_scale_factor_update_interval=2000; --fl_amp_use_mixed_precision=false; --fl_benchmark_mode=true; --fl_log_level=; --fl_optim_mode=; --fl_vlog_level=0; --flagsfile=; --framesizems=25; --framestridems=10; --gamma=1; --gumbeltemperature=1; --highfreqfilterbank=-1; --inputfeeding=false; --isbeamdump=false; --iter=9223372036854775807; --itersave=false; --labelsmooth=0.050000000000000003; --leftWindowSize=50; --lexicon=lexicon.txt; --linlr=-1; --linlrcrit=-1; --linseg=0; --lm=lm_common_crawl_small_4gram_prun0-6-15_200kvocab.bin; --lm_memory=5000; --lm_vocab=; --lmtype=kenlm; --lmweight=0; --lmweight_high=4; --lmweight_low=0; --lmweight_step=0.20000000000000001; --localnrmlleftctx=0; --localnrmlrightctx=0; --logadd=false; --lowfreqfilterbank=0; --lr=0.02; --lr_decay=100; --lr_decay_step=40; --lrcosine=false; --lrcrit=0.02; --max_devices_per_node=8; --maxdecoderoutputlen=400; --maxgradnorm=0.10000000000000001; --maxload=-1; --maxrate=10; --maxsil=50; --maxword=-1; --melfloor=1; --mfcc=false; --mfcccoeffs=13; --mfsc=true; --minrate=3; --minsil=0; --momentum=0.94999999999999996; --netoptim=adagrad; --nthread=6; --nthread_decoder=1; --nthread_decoder_am_forward=1; --numattnhead=8; --onorm=target; --optimepsilon=1e-08; --optimrho=0.90000000000000002; --pctteacherforcing=99; --pcttraineval=1; --pow=false; --pretrainWindow=0; --replabel=0; --reportiters=4000; --rightWindowSize=50; --rndv_filepath=; --rundir=/checkpoint/qiantong/wav2letter_experiments/256_GPU; --samplerate=16000; --sampletarget=0.01; --samplingstrategy=rand; --saug_fmaskf=30; --saug_fmaskn=2; --saug_start_update=24000; --saug_tmaskn=10; --saug_tmaskp=0.050000000000000003; --saug_tmaskt=30; --sclite=; --seed=0; --sfx_config=; --show=false; --showletters=false; --silscore=0; --smearing=none; --smoothingtemperature=1; --softwoffset=10; --softwrate=5; --softwstd=4; --sqnorm=true; --stepsize=9223372036854775807; --surround=; --test=vad.lst; --tokens=tokens.txt; --train=/private/home/qiantong/wav2letter_experiments/256_GPU/join_train_notl_maxlen.25s.lst; --trainWithWindow=true; --transdiag=0; --unkscore=-inf; --use_memcache=false; --uselexicon=true; --usewordpiece=false; --valid=dev-clean:/checkpoint/jacobkahn/data/lists/librispeech/dev-clean.lst,dev-other:/checkpoint/jacobkahn/data/lists/librispeech/dev-other.lst,test-clean:/checkpoint/jacobkahn/data/lists/librispeech/test-clean.lst,test-other:/checkpoint/jacobkahn/data/lists/librispeech/test-other.lst,hub05_callhome:/checkpoint/wav2letter/data/swbd_lists/noNL/hub05-callhome.16khz.lst,hub05_switchboard:/checkpoint/wav2letter/data/swbd_lists/noNL/hub05-switchboard.16khz.lst,commonvoice_dev:/checkpoint/wav2letter/data/commonvoice/lists/dev.lst,commonvoice_test:/checkpoint/wav2letter/data/commonvoice/lists/test.lst,nov92:/checkpoint/qiantong/wsj/nov92.lst; --validbatchsize=-1; --warmup=48000; --weightdecay=0; --wordscore=0; --wordseparator=|; --world_rank=0; --world_size=1; --outpath=vad-result; --vad_threshold=0.98999999999999999; --alsologtoemail=; --alsologtostderr=false; --colorlogtostderr=false; --drop_log_memory=true; --log_backtrace_at=; --log_dir=; --log_link=; --log_prefix=true; --logbuflevel=0; --logbufsecs=30; --logemaillevel=999; --logfile_mode=436; --logmailer=/bin/mail; --logtostderr=true; --max_log_size=1800; --minloglevel=0; --stderrthreshold=2; --stop_logging_if_full_disk=false; --symbolize_stacktrace=true; --v=0; --vmodule=; \n",
            "I1231 07:51:02.373643 14532 VoiceActivityDetection-CTC.cpp:134] Number of classes (network): 29\n",
            "I1231 07:51:02.617017 14532 VoiceActivityDetection-CTC.cpp:141] Number of words: 200001\n",
            "I1231 07:51:02.974241 14532 VoiceActivityDetection-CTC.cpp:204] [Dataset] Dataset loaded.\n",
            "I1231 07:51:10.165149 14532 VoiceActivityDetection-CTC.cpp:229] Processing sample ID 0\n",
            "I1231 07:51:10.608865 14532 VoiceActivityDetection-CTC.cpp:229] Processing sample ID 2\n",
            "I1231 07:51:10.883769 14532 VoiceActivityDetection-CTC.cpp:229] Processing sample ID 1\n",
            "I1231 07:51:10.934147 14532 VoiceActivityDetection-CTC.cpp:229] Processing sample ID 4\n",
            "I1231 07:51:10.975796 14532 VoiceActivityDetection-CTC.cpp:229] Processing sample ID 3\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "EWn8tyPWQnE-"
      },
      "source": [
        "### Check VAD result\n",
        "\n",
        "Let's have a look at results we have in the `outpath` directory\n",
        "\n",
        "**Note:** number of frames for which we provide predictions is equal to `duration(seconds) * 1000 / stride(ms) / model_stride`, where stride is often 10ms for mfsc/mfcc features computation and model_stride in the example is 3."
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "yIP3PQ3iAi8f",
        "outputId": "3aa0063b-3029-4325-9163-2ab7d8cfa3c2"
      },
      "source": [
        "!ls vad-result/"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "0.fwt  0.tsc  1.fwt  1.tsc  2.fwt  2.tsc  3.fwt  3.tsc\t4.fwt  4.tsc\n",
            "0.sts  0.vad  1.sts  1.vad  2.sts  2.vad  3.sts  3.vad\t4.sts  4.vad\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "IMfp5clcEBhw",
        "outputId": "495b8c03-e8b2-4f49-e22e-2fef3a869d3c"
      },
      "source": [
        "# id, percent of voice frames, perplexity of the transcription\n",
        "!head vad-result/3.sts"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "3 0.729508 203.997\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "mq5YM4ftEPGW",
        "outputId": "546f2ac0-fc4b-434c-8f42-aa7a07388a0a"
      },
      "source": [
        "# final transcription\n",
        "!head vad-result/3.tsc"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "we|gazed|for|a|moment|slightly|into|each|other's|eyes\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "s02Me-vVEvJS",
        "outputId": "b5db7123-3832-40a5-c289-8329d532e654"
      },
      "source": [
        "# per-frame transcription (# - is a blank token)\n",
        "!head vad-result/3.fwt"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "# # # # # # # # # # # # # # w e # # | | | g # a # # z # # e d | | | | f o r | | | a | | # m o # m e n n t # | | s s l i g h h t # l l y | i n n t t o | | e a c h | | o t t h e r ' ' s | | e y y e e s # # # # # # # # # # # # # # # | | | | | | | \n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "N-aEI1PwE2Nm",
        "outputId": "b13af41d-25ec-4670-c481-5b3c3a5e0d1e"
      },
      "source": [
        "# per-frame blank confidence\n",
        "!head vad-result/3.vad"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "1 1 1 1 1 1 1 1 1 1 1 1 1 0.9692 1.851e-06 7.071e-07 0.9992 0.9956 0.000347 9.418e-08 0.004056 1.265e-09 0.9598 2.07e-09 0.9994 1 1.585e-07 1 0.946 9.62e-07 2.545e-05 0.01153 2.329e-08 1.906e-08 5.656e-05 7.519e-07 7.305e-08 2.647e-07 0.1134 2.045e-06 5.101e-05 3.327e-07 0.001338 5.414e-06 0.701 2.915e-06 7.458e-06 0.6109 4.004e-06 1.721e-06 4.843e-06 0.3823 2.16e-06 0.9958 0.0154 1.577e-06 0.0005334 0.1442 4.669e-07 9.158e-07 1.317e-05 0.3291 0.0001441 1.886e-05 1 0.1014 0.003936 3.245e-05 6.148e-06 6.846e-05 0.001841 0.09762 0.1137 0.0006082 0.0004298 5.446e-05 0.002452 3.336e-06 4.798e-06 2.937e-06 1.274e-05 0.05504 3.879e-05 4.552e-06 4.608e-06 0.04145 1.321e-06 5.559e-07 4.767e-06 0.1119 0.07716 0.000276 0.005523 0.0005636 4.705e-05 0.0005873 0.009057 0.01866 3.81e-05 0.01305 0.9539 1 1 1 1 1 1 1 1 1 1 1 1 1 0.9817 7.905e-09 8.7e-10 1.271e-08 3.384e-08 1.847e-08 4.554e-08 0.00076 \n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "1bvxjKGtMpYy"
      },
      "source": [
        "**Result of VAD can be used to cut an audio into chunks for faster training/processing**"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 898
        },
        "id": "2y2McALJiHtp",
        "outputId": "0ab9b7ba-9800-4d06-c3af-5a72b5ff0641"
      },
      "source": [
        "with open(\"vad-result/3.fwt\", \"r\") as f:\n",
        "  plot_vad(\"audio/116-288045-0003.flac\", f.readline().strip())"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x1080 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Pkz0fsCEMs_h"
      },
      "source": [
        "## Alignment Step 2: Align"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "OeuydRbKSATf"
      },
      "source": [
        "### Prepare files\n",
        "\n",
        "Prepare first the list of files and its original transcriptions in the format `[id path duration(s) transcription]`"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "RSv-4lHUPo5J"
      },
      "source": [
        "import sox\n",
        "transcriptions = [\n",
        "                  \"as i approached the city i heard bells ringing and a little later i found the streets astir with throngs of well dressed people in family groups wending their way hither and thither\",\n",
        "                  \"looking about me i saw a gentleman in a neat black dress smiling and his hand extended to me with great cordiality\",\n",
        "                  \"he must have realized i was a stranger and wished to tender his hospitality to me i accepted it gratefully i clasped his hand he pressed mine\",\n",
        "                  \"we gazed for a moment silently into each other's eyes\",\n",
        "                  \"of course you are going there too i said to my friendly guide\"\n",
        "                  ]\n",
        "with open(\"align.lst\", \"w\") as fout, open(\"audio.lst\", \"r\") as f:\n",
        "  for n, name in enumerate(f):\n",
        "    name = name.strip()\n",
        "    fout.write(\"{}\\t{}\\t{}\\t{}\\n\".format(\n",
        "        name, name, sox.file_info.duration(name), transcriptions[n]))"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "D29tLRgKQODQ",
        "outputId": "d3922882-5a6c-405f-ed6d-a5fed0a06517"
      },
      "source": [
        "!head align.lst"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "audio/116-288045-0000.flac\taudio/116-288045-0000.flac\t10.65\tas i approached the city i heard bells ringing and a little later i found the streets astir with throngs of well dressed people in family groups wending their way hither and thither\n",
            "audio/116-288045-0001.flac\taudio/116-288045-0001.flac\t8.635\tlooking about me i saw a gentleman in a neat black dress smiling and his hand extended to me with great cordiality\n",
            "audio/116-288045-0002.flac\taudio/116-288045-0002.flac\t9.625\the must have realized i was a stranger and wished to tender his hospitality to me i accepted it gratefully i clasped his hand he pressed mine\n",
            "audio/116-288045-0003.flac\taudio/116-288045-0003.flac\t3.66\twe gazed for a moment silently into each other's eyes\n",
            "audio/116-288045-0004.flac\taudio/116-288045-0004.flac\t3.72\tof course you are going there too i said to my friendly guide\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "txS1fXcNjJR1"
      },
      "source": [
        "import librosa\n",
        "import librosa.display\n",
        "import matplotlib.pyplot as plt\n",
        "import numpy\n",
        "\n",
        "\n",
        "def plot_align(filename, align_result):\n",
        "    plt.figure(figsize=(20, 10))\n",
        "\n",
        "    y, sample_rate = librosa.load(filename, sr=None)\n",
        "    ax1 = plt.subplot(211)\n",
        "    librosa.display.waveplot(y, sr=sample_rate)\n",
        "    plt.title(filename)\n",
        "    plt.xlabel(\"Time (s)\")\n",
        "\n",
        "    positions = []\n",
        "    values = []\n",
        "    for alt in align_result:\n",
        "      _, _, start_time, duration, token = alt.split(\" \")\n",
        "      duration = float(duration)\n",
        "      start_time = float(start_time)\n",
        "      plt.axvline(start_time, label=token, linewidth=0.5, linestyle='-', color=\"grey\")\n",
        "      positions.append(start_time + duration / 2)\n",
        "      values.append(token)\n",
        "\n",
        "    plt.xticks(positions, values, fontsize=12)\n",
        "    plt.show()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "R7-oTLGTSFtw"
      },
      "source": [
        "### Let's run Align"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "_H4JAK7wMhs-",
        "outputId": "3519a9f4-a6ea-40a4-ae97-501544e97a02"
      },
      "source": [
        "# lm can be skipped, then no perplexity value wil be in result\n",
        "!./flashlight/build/bin/asr/fl_asr_align result.align\\\n",
        "   --am=am_transformer_ctc_stride3_letters_300Mparams.bin \\\n",
        "   --tokens=tokens.txt \\\n",
        "   --lexicon=lexicon.txt \\\n",
        "   --test=align.lst"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "I1231 07:51:16.668932 14569 Align.cpp:76] Gflags after parsing \n",
            "--flagfile=; --fromenv=; --tryfromenv=; --undefok=; --tab_completion_columns=80; --tab_completion_word=; --help=false; --helpfull=false; --helpmatch=; --helpon=; --helppackage=false; --helpshort=false; --helpxml=false; --version=false; --adambeta1=0.94999999999999996; --adambeta2=0.98999999999999999; --am=am_transformer_ctc_stride3_letters_300Mparams.bin; --am_decoder_tr_dropout=0.20000000000000001; --am_decoder_tr_layerdrop=0.20000000000000001; --am_decoder_tr_layers=6; --arch=EG_GLU1x2048_S3_TR36x768_DO0.1_LD0.1_CTC; --attention=keyvalue; --attentionthreshold=2147483647; --attnWindow=softPretrain; --attnconvchannel=0; --attnconvkernel=0; --attndim=0; --batching_max_duration=0; --batching_strategy=none; --batchsize=3; --beamsize=2500; --beamsizetoken=250000; --beamthreshold=25; --channels=1; --criterion=ctc; --critoptim=adagrad; --datadir=; --decoderattnround=1; --decoderdropout=0; --decoderrnnlayer=1; --decodertype=wrd; --devwin=0; --emission_dir=; --emission_queue_size=3000; --enable_distributed=true; --encoderdim=256; --eosscore=0; --eostoken=false; --everstoredb=false; --fftcachesize=1; --filterbanks=80; --fl_amp_max_scale_factor=32000; --fl_amp_scale_factor=4096; --fl_amp_scale_factor_update_interval=2000; --fl_amp_use_mixed_precision=false; --fl_benchmark_mode=true; --fl_log_level=; --fl_optim_mode=; --fl_vlog_level=0; --flagsfile=; --framesizems=25; --framestridems=10; --gamma=1; --gumbeltemperature=1; --highfreqfilterbank=-1; --inputfeeding=false; --isbeamdump=false; --iter=9223372036854775807; --itersave=false; --labelsmooth=0.050000000000000003; --leftWindowSize=50; --lexicon=lexicon.txt; --linlr=-1; --linlrcrit=-1; --linseg=0; --lm=; --lm_memory=5000; --lm_vocab=; --lmtype=kenlm; --lmweight=0; --lmweight_high=4; --lmweight_low=0; --lmweight_step=0.20000000000000001; --localnrmlleftctx=0; --localnrmlrightctx=0; --logadd=false; --lowfreqfilterbank=0; --lr=0.02; --lr_decay=100; --lr_decay_step=40; --lrcosine=false; --lrcrit=0.02; --max_devices_per_node=8; --maxdecoderoutputlen=400; --maxgradnorm=0.10000000000000001; --maxload=-1; --maxrate=10; --maxsil=50; --maxword=-1; --melfloor=1; --mfcc=false; --mfcccoeffs=13; --mfsc=true; --minrate=3; --minsil=0; --momentum=0.94999999999999996; --netoptim=adagrad; --nthread=6; --nthread_decoder=1; --nthread_decoder_am_forward=1; --numattnhead=8; --onorm=target; --optimepsilon=1e-08; --optimrho=0.90000000000000002; --pctteacherforcing=99; --pcttraineval=1; --pow=false; --pretrainWindow=0; --replabel=0; --reportiters=4000; --rightWindowSize=50; --rndv_filepath=; --rundir=/checkpoint/qiantong/wav2letter_experiments/256_GPU; --samplerate=16000; --sampletarget=0.01; --samplingstrategy=rand; --saug_fmaskf=30; --saug_fmaskn=2; --saug_start_update=24000; --saug_tmaskn=10; --saug_tmaskp=0.050000000000000003; --saug_tmaskt=30; --sclite=; --seed=0; --sfx_config=; --show=false; --showletters=false; --silscore=0; --smearing=none; --smoothingtemperature=1; --softwoffset=10; --softwrate=5; --softwstd=4; --sqnorm=true; --stepsize=9223372036854775807; --surround=; --test=align.lst; --tokens=tokens.txt; --train=/private/home/qiantong/wav2letter_experiments/256_GPU/join_train_notl_maxlen.25s.lst; --trainWithWindow=true; --transdiag=0; --unkscore=-inf; --use_memcache=false; --uselexicon=true; --usewordpiece=false; --valid=dev-clean:/checkpoint/jacobkahn/data/lists/librispeech/dev-clean.lst,dev-other:/checkpoint/jacobkahn/data/lists/librispeech/dev-other.lst,test-clean:/checkpoint/jacobkahn/data/lists/librispeech/test-clean.lst,test-other:/checkpoint/jacobkahn/data/lists/librispeech/test-other.lst,hub05_callhome:/checkpoint/wav2letter/data/swbd_lists/noNL/hub05-callhome.16khz.lst,hub05_switchboard:/checkpoint/wav2letter/data/swbd_lists/noNL/hub05-switchboard.16khz.lst,commonvoice_dev:/checkpoint/wav2letter/data/commonvoice/lists/dev.lst,commonvoice_test:/checkpoint/wav2letter/data/commonvoice/lists/test.lst,nov92:/checkpoint/qiantong/wsj/nov92.lst; --validbatchsize=-1; --warmup=48000; --weightdecay=0; --wordscore=0; --wordseparator=|; --world_rank=0; --world_size=1; --alsologtoemail=; --alsologtostderr=false; --colorlogtostderr=false; --drop_log_memory=true; --log_backtrace_at=; --log_dir=; --log_link=; --log_prefix=true; --logbuflevel=0; --logbufsecs=30; --logemaillevel=999; --logfile_mode=436; --logmailer=/bin/mail; --logtostderr=true; --max_log_size=1800; --minloglevel=0; --stderrthreshold=2; --stop_logging_if_full_disk=false; --symbolize_stacktrace=true; --v=0; --vmodule=; \n",
            "I1231 07:51:16.669374 14569 Align.cpp:93] Number of classes (network): 29\n",
            "I1231 07:51:16.669445 14569 Align.cpp:104] Writing alignment to: result.align\n",
            "I1231 07:51:16.911564 14569 Align.cpp:112] Number of words: 200001\n",
            "I1231 07:51:16.911603 14569 Align.cpp:116] Loaded lexicon\n",
            "I1231 07:51:17.280448 14569 Align.cpp:189] [Dataset] Dataset loaded\n",
            "I1231 07:51:22.889865 14569 Align.cpp:236] Align time: 0.310483\n",
            "I1231 07:51:22.889890 14569 Align.cpp:237] Fwd time: 4.72835\n",
            "I1231 07:51:22.889906 14569 Align.cpp:238] Parse time: 0.0149838\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "TNSzglacUQRU"
      },
      "source": [
        "### Check align result"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "PvDZqq6JPcgp",
        "outputId": "138fa631-a3af-4cf6-a330-a2399f29504a"
      },
      "source": [
        "!head result.align"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
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          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "fTrlz4CajCgw"
      },
      "source": [
        "aling_result = dict()\n",
        "with open(\"result.align\", \"r\") as f:\n",
        "  for line in f:\n",
        "    sample_id, alignment = line.strip().split(\"\\t\")\n",
        "    aling_result[sample_id] = alignment.split(\"\\\\n\")"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 328
        },
        "id": "OmPemtqvpol-",
        "outputId": "64200640-866d-4444-c522-91c906fe8275"
      },
      "source": [
        "plot_align(\"audio/116-288045-0003.flac\", aling_result[\"audio/116-288045-0003.flac\"])"
      ],
      "execution_count": null,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 1440x720 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "4BCed5Whw5YQ"
      },
      "source": [
        "## Congrats, you reached the end!\n",
        "![title](https://media1.giphy.com/media/3otPoS81loriI9sO8o/giphy.gif)\n",
        "## Happy New Year!\n"
      ]
    }
  ]
}
